这题没理解，计算器算出来fv是选B呀

问题如下：

Question An investor deposits ￡2,000 into an account that pays 6% per annum compounded continuously. The value of the account at the end of four years is closest to:

选项：

A.￡2,854. B.￡2,525. C.￡2,542.

解释：

Solution

C is correct. The future value (FV) of a given lump sum, calculated using continuous compounding, is: FV = PVe^rN = 2,000 × e^{0.06 × 4} = ￡2,542.49 ~ ￡2,542.

A is incorrect. It is calculated as: ln(0.06 × 4) × 2,000 = -2,854.23 and ignores the negative sign of the logarithm.

B is incorrect. It uses annual compounding: 2,000 × (1 + 0.06)⁴ = 2,524.95.